Difference between revisions of "Regular polygon"
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Note that for triangles, it is enough to assert either that all angles are equal or that all sides are equal, but this is not true for polygons of more sides. For instance, there are many [[rhombus]]es which have all equal sides but not all equal angles and many [[rectangle]]s which have all equal angles but not all equal sides. | Note that for triangles, it is enough to assert either that all angles are equal or that all sides are equal, but this is not true for polygons of more sides. For instance, there are many [[rhombus]]es which have all equal sides but not all equal angles and many [[rectangle]]s which have all equal angles but not all equal sides. | ||
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| + | The closest [[3D Geometry | 3D]] equivalent to the regular polygon is the [[Platonic solid]]. | ||
Revision as of 17:07, 15 July 2006
This article is a stub. Help us out by expanding it.
A regular polygon is a polygon in which all sides and angles are equal. The regular triangles are the equilateral triangles. The regular quadrilaterals are the squares.
Note that for triangles, it is enough to assert either that all angles are equal or that all sides are equal, but this is not true for polygons of more sides. For instance, there are many rhombuses which have all equal sides but not all equal angles and many rectangles which have all equal angles but not all equal sides.
The closest 3D equivalent to the regular polygon is the Platonic solid.
